Answer:
a. 6.7%
b. 12.0%
Explanation:
a. DDM
Dividende Discount Method is used to calculate the price of the stock using Dividend, rate of return and growth rate.
Return on equity = [ Dividend x ( 1 + growth rate ) / Price of stock ] + Growth Rate
Return on equity = [ $0.5 x ( 1 + 6% ) / $76 ] + 6%
Return on equity = [ $0.5 x ( 1.06 ) / $76 ] + 0.06
Return on equity = 6.7%
b. SML
Security Market line method uses calculates the cost of capital using following formula
Re = R
f + β ( Rm − R
f )
Rf = Risk free rate
β = stock beta
Rm = Market rate
Re =Expected rate
Re = 5.9% + 1.20 ( 11% - 5.9% )
Re = 12.02%
Answer:
$810,000
Explanation:
Based on the information given we were told that the during the year 2019 the Company earned service revenue that was amounting to the amount of $810,000 which simply means that the amount that the year 2019 income statement of the company should report for service revenue will be the amount of money or cash that the Company earned as service revenue which is $810,000.
Answer:
The credit entry for the issue of 5000 shares is:
Cr Treasury stock $100,000
Cr Paid-in capital from treasury stock $35,000
Explanation:
The par value of the common stock issue($20 per share) is credited to treasury stock account, while the excess of issue price of $27 over the par value of $20, $7 per share is credited to paid-in capital from treasury stock
The full double entries for the issue of 5000 shares is as follows:
Dr Cash ($27*5000) $135,000.00
Cr Treasury stock($20*5000) $100,000
Cr Paid-in capital from treasury stock($7*5000) $35,000
Under International Financial Reporting Standards, the credit entries would be that par value is credited to equity share capital and the excess credited to share premium account.
Answer:
C. Diversification
Explanation:
Diversification is the process of a business enlarging or varying its range of products or field of operation.
Answer:
The numbers are missing, so I looked for similar questions to fill in the blanks:
Rf (Switzerland) = 0.54%
Rm (Switzerland) = 8.5%
Beta (Switzerland) = 0.919
Rm (global) = 9.06%
Beta (global) = 0.532
a. What is Nestlé's cost of equity based on the domestic portfolio for a Swiss investor?
Re (Switzerland) = Rf + [Beta x (Rm - Rf) = 0.54% + [0.919 x (8.5% - 0.54%)] = 0.54% + 7.32% = 7.86%
b. What is Nestlé's cost of equity based on a global portfolio for a Swiss investor?
Re (global) = Rf + [Beta x (Rm - Rf) = 0.54% + [0.532 x (9.06% - 0.54%)] = 0.54% + 4.53% = 5.07%
